Complementary Function Table | Complementary Solution Differential Equations

In this video, I have discussed all the important formulas for finding Complementary Solutions. Understand why we call such equation a Linear Differential Equation with Constant Coefficients. Also, learn when a Linear Differential Equation is said to be Homogeneous and Nonhomogeneous. I have discussed how to find the Solution of Linear Differential Equation With Constant Coefficients when the given Differential Equation is Homogeneous. Finding the Complementary Function or Complementary Solution is easily done with the help of Auxiliary Equation. You will learn the definition of Auxiliary Equation.
Discussed the first case about the number of distinct roots of Auxiliary Equation
Learn the Concept used in this video

Linear Differential Equations


Nonlinear Differential Equation


Intervals


Open Interval, Closed Interval, Semi Open Interval, Semi Closed Interval


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